a company plans to sell purses for $20 each. the companys business manager estimates that the cost, y, of…

a company plans to sell purses for $20 each. the companys business manager estimates that the cost, y, of making x purses is a quadratic function with a y - intercept of 1,989 and a vertex of (500,4,489).\nx = number of purses\ny = amount in dollars\nwhich linear equation models the companys income from selling x purses?\n$y=x + 20$\n$y = 20x$\n$y=\frac{x}{20}$\n$y=\frac{20}{x}$\ndone

a company plans to sell purses for $20 each. the companys business manager estimates that the cost, y, of making x purses is a quadratic function with a y - intercept of 1,989 and a vertex of (500,4,489).\nx = number of purses\ny = amount in dollars\nwhich linear equation models the companys income from selling x purses?\n$y=x + 20$\n$y = 20x$\n$y=\frac{x}{20}$\n$y=\frac{20}{x}$\ndone

Answer

Explanation:

Step1: Identificar la relación entre ingresos y cantidad vendida

El ingreso se obtiene multiplicando el precio unitario por la cantidad vendida.

Step2: Asignar valores

El precio unitario de cada bolso es de $20 y la cantidad de bolsos vendidos es $x$. Entonces el ingreso $y$ se calcula como $y = 20x$.

Answer:

B. $y = 20x$